Fractal Array Antennas and Applications

V. A. S. Ponnapalli, P. Jayasree
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引用次数: 2

Abstract

Modern celestial and other advanced wireless communication systems require feasible array antennas with reconfigurable multibeams, broadband, high end of coverage, high gain, less side-lobe level with wider side-lobe level angles, better signal-to-noise ratio and small in size than conventionally achievable. This has initiated array antenna research in different tracks, one of which is by using fractal array antennas. The investigation on fractal-shaped antennas is basically focused on two fundamental areas such as the analysis and design of fractal antenna elements and the application of fractal geometric technology to the design of array antennas. These recursively generated antennas provide new insights into the antenna properties due to their self-similar behaviour. Owing to the feasible geometric construction and advanced properties, fractal antennas find applications in advanced wireless communications, MIMO radars, satellite communications and space observations. This work concentrated here is primarily aimed on the design of fractal array antennas using concentric elliptical ring sub-array fractal geometric design methodology and the reduction of total number of antenna elements at higher expansion factors of both conventional and proposed fractal array antennas.
分形阵列天线及其应用
现代天体和其他先进的无线通信系统需要可行的阵列天线,具有可重构多波束、宽带、高端覆盖、高增益、更小的旁瓣电平和更宽的旁瓣电平角、更好的信噪比和比传统可实现的更小的尺寸。这开启了阵列天线研究的不同方向,其中之一就是分形阵列天线的研究。分形天线的研究基本上集中在分形天线单元的分析与设计和分形几何技术在阵列天线设计中的应用两个基本领域。这些递归生成的天线由于其自相似的行为,为天线特性提供了新的见解。分形天线以其可行的几何结构和先进的性能,在先进无线通信、MIMO雷达、卫星通信和空间观测等领域得到了广泛的应用。本文主要研究了采用同心椭圆环分形几何设计方法的分形阵列天线的设计,以及传统分形阵列天线和新型分形阵列天线在高膨胀系数下天线单元总数的减少。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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